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)
単勝払戻率 |
|
|
|
|
中山 |
阪神 |
小倉 |
上位1頭 |
25% |
85% |
98% |
上位2頭 |
57% |
56% |
67% |
上位3頭 |
52% |
59% |
79% |
上位4頭 |
48% |
73% |
69% |
上位5頭 |
76% |
84% |
58% |
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)
複勝払戻率 |
|
|
|
|
中山 |
阪神 |
小倉 |
上位3頭 |
84% |
83% |
84% |
上位4頭 |
76% |
89% |
78% |
上位5頭 |
83% |
95% |
85% |
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)
ワイド払戻率 |
|
|
|
|
中山 |
阪神 |
小倉 |
上位3頭 |
66% |
36% |
115% |
上位4頭 |
62% |
72% |
83% |
上位5頭 |
64% |
93% |
60% |
グラフは、
横軸が競馬場
奥行軸が購入頭数
縦軸が払戻率です
払戻率は、競馬予想の
上位3頭(ワイドでは3組)
上位4頭(ワイドでは6組)
上位5頭(ワイドでは10組)
それぞれ全頭の組合せから
(払戻金額の総計)÷(購入金額の総計)で率を計算しています